find the critical points: s(t)= (t-1)^4 (t+5)^3

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find the critical points: s(t)= (t-1)^4 (t+5)^3

Calculus1
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first we find the derivative.. i know that.. then...?
then equate it to 0
set it = 0

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Other answers:

but wait, im confused to find the derivative for this one..
s'(t) =0
chain rule/product rule
its 4(t-1)^3 3(t+5)^2
Yup
what's next after it? i'm a little lost after it
4(t-1)^3 3(t+5)^2 = 0
Now Find t
what about chain rule?
doesnt apply here because derviative of t is just 1
if ur function is of the type (t^2 + 2)^4 then s'(t) = 4 (t^2+2) * 2t
sorry s'(t) = 4 (t^2+2)^3 * 2t
oh right.
so if the derivative of t is 1 then how do i solve t?
sorry imm not sure what to do after ... 4(t-1)^3 3(t+5)^2

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